CINECA IRIS Institutional Research Information System

MASTROENI, GIANDOMENICO
 Distribuzione geografica
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Continente #
NA - Nord America 4.746
EU - Europa 2.326
AS - Asia 1.010
AF - Africa 40
SA - Sud America 14
OC - Oceania 5
Continente sconosciuto - Info sul continente non disponibili 2
Totale 8.143
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Nazione #
US - Stati Uniti d'America 4.625
IT - Italia 1.300
CN - Cina 512
SE - Svezia 324
SG - Singapore 196
BG - Bulgaria 187
TR - Turchia 126
CA - Canada 121
DE - Germania 117
UA - Ucraina 116
VN - Vietnam 112
FI - Finlandia 81
GB - Regno Unito 72
CH - Svizzera 41
CI - Costa d'Avorio 32
RU - Federazione Russa 28
HK - Hong Kong 27
FR - Francia 16
BE - Belgio 13
NL - Olanda 12
IN - India 9
CL - Cile 7
IR - Iran 5
JP - Giappone 5
PE - Perù 5
RO - Romania 5
SN - Senegal 5
AE - Emirati Arabi Uniti 4
AU - Australia 4
ES - Italia 4
ID - Indonesia 4
IE - Irlanda 4
TH - Thailandia 4
GR - Grecia 3
PK - Pakistan 3
BJ - Benin 2
EU - Europa 2
KR - Corea 2
AR - Argentina 1
AT - Austria 1
CO - Colombia 1
DZ - Algeria 1
HU - Ungheria 1
MN - Mongolia 1
NO - Norvegia 1
NZ - Nuova Zelanda 1
Totale 8.143
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Città #
Woodbridge 856
Ann Arbor 457
Houston 428
Fairfield 424
Santa Clara 352
Chandler 287
Milan 282
Ashburn 210
Seattle 198
Sofia 181
Cambridge 168
Wilmington 167
Jacksonville 162
Parabiago 145
Shanghai 139
Beijing 133
Ottawa 114
Serra 105
New York 92
Izmir 91
Singapore 76
Florence 75
Boardman 73
Princeton 72
Lawrence 65
Nanjing 61
Naples 54
Medford 46
Bern 39
Des Moines 35
Rome 33
Abidjan 32
Jüchen 30
Dong Ket 26
Istanbul 26
Turin 26
Helsinki 24
Redwood City 24
Camaiore 23
San Diego 23
Hanoi 22
Pisa 21
Ogden 20
Pozzuoli 20
Dearborn 19
Nanchang 19
Hong Kong 18
Lancaster 15
Shenyang 14
Ho Chi Minh City 13
Norwalk 13
Boulder 12
Brussels 12
Catania 12
Hebei 12
Sacile 12
Dallas 11
Kunming 11
Changsha 10
Torino 10
Kocaeli 9
Jiaxing 8
Los Angeles 8
Monsummano Terme 8
Wuhan 8
Auburn Hills 7
Hefei 7
Karlsruhe 7
Lanzhou 7
Bari 6
Düsseldorf 6
London 6
Tianjin 6
Cascina 5
Chengdu 5
Dakar 5
Forlì 5
Fuzhou 5
Hangzhou 5
Lima 5
Orange 5
Pontedera 5
Bologna 4
Central 4
Dublin 4
Genoa 4
Grafing 4
Novara 4
Siracusa 4
Xiamen 4
Abu Dhabi 3
Aci Castello 3
Canberra 3
Central District 3
Frankfurt am Main 3
Groningen 3
Livorno 3
Napoli 3
Phoenix 3
Ponte 3
Totale 6.350
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Nome #
Valutazione quantitativa del rischio biologico (QMRA) da bioaerosol in vari ambienti lavorativi 449
Constrained Extremum Problems with Infinite Dimensional Image. Selection and Saddle Point 183
Merit functions: a bridge between optimization and equilibria 174
On the convexity of the value function for a class of nonconvex variational problems: existence and optimality conditions 170
Constrained Extremum problems with Infinite-Dimensional Image: Selection and Necessary Conditions 167
A variational model for equilibrium problems in a traffic network 163
Refinements on Gap Functions and Optimality Conditions for Vector Quasi-Equilibrium Problems via Image Space Analysis 162
Image Convexity of Generalized Systems with Infinite-Dimensional Image and Applications 159
Application of an extremization method to a linear integral of a statistical decision problem 158
On convex generalized systems 157
Characterizing FJ and KKT conditions in nonconvex mathematical programming with applications 155
Existence of Solutions and Variational Principles for Generalized Vector Systems 152
An Inexact Proximal Type Method for the Generalized Variational Inequality in Banach Spaces, 151
Quasi-variational equilibrium models for network flow problems 147
On regularity for generalized systems and applications 144
On maximum and variational principles via image space analysis 144
A Markov chain model for traffic equilibrium problems 141
Conic separation for vector optimization problems 141
On the image space analysis for vector quasi-equilibrium problems with a variable ordering relation 140
Separation approach to augmented lagrangians in constrained nonconvex optimization 137
Some remarks on a minimax formulation of a variational inequality 132
A variational approach for minimum cost flow problems 131
A variational model for equilibrium problems in a traffic network 131
A separation approach to vector quasi-equilibrium problems: saddle point and gap function 130
On Auxiliary Principle for Equilibrium Problems 128
Duality relations for Variational Inequalities with applications to Network Flows 126
Gap functions and descent methods for Minty variational inequality 126
Merit functions: a bridge between optimization and equilibria 124
Separation and regularity in the image space 122
Quantitative microbial risk assessment in occupational settings: the airborne infectious biological risk 122
Survey on vector complementarity problems 121
Nonlinear separation in the image space with applications to penalty methods 119
Hybrid proximal-point methods for common solutions of equilibrium problems and zeros of maximal monotone operators 117
On Minty vector variational inequality 116
Proper or Weak Efficiency via Saddle Point Conditions in Cone-Constrained Nonconvex Vector Optimization Problems 116
Linear separation for G-semidifferentiable problems 115
Vector variational inequalities involving set-valued mappings via scalarization with applications to error bounds for gap functions 112
Generalized Nash equilibrium problems and variational inequalities in Lebesgue spaces 112
Duality and Potential in Network Flows 111
A survey on vector variational inequalities 111
Gap functions for equilibrium problems 110
Regularity conditions for constrained extremum problems via image space approach 109
Separation of sets, Lagrange multipliers and totally regular extremum problems 108
A multifunction approach to extremum problems having infinite-dimensional image. Necessary conditions for unilateral constraints 106
Minimax and extremum problems associated to a variational inequality 103
Some remarks on the role of generalized convexity in the theory of variational inequalities 102
Regularity conditions for constrained extremum problems via image space: the linear case 100
On the image space analysis for vector variational inequalities 100
Separation methods for Vector Variational Inequalities. Saddle Point and gap function 100
Some applications of the image space analysis to the duality theory for constrained extremum problems 98
On the existence of solutions to vector optimization problems 98
On Lagrangian Duality in Infinite Dimension and Its Applications 96
Image of a parametric optimization problem and continuity of the perturbation function 95
On the Theory of Vector Optimization and Variational Inequalities 94
Optimality conditions and image space analysis for vector optimization problems. Recent developments in vector optimization, 169–220, Vector Optim., Springer, Berlin, 92
On the extremization of linear integrals 89
Separation of Sets and Wolfe Duality 89
Near equality and almost convexity of functions with applications to optimization and error bounds 88
On the duality theory for finite-dimensional variational inequalities 87
Image space analysis and separation for G-semidifferentiable vector problems 84
Some relations between duality theory for extremum problems and variational inequalities 82
null 70
Optimality conditions for vector variational inequalities via image space analysis 63
Convex analysis in Zn and applications to integer linear programming 61
null 57
Some topics in vector optimization via image space analysis 57
Standardization of a tool for micro-level Health Technology Assessment (HTA) of medical devices 37
Strong duality in cone constrained nonconvex optimization 27
First- and Second-Order Optimality Conditions for Quadratically Constrained Quadratic Programming Problems 18
Optimization Problems with Cone Constraints in Groups and Semigroups: An Approach Based on Image Space Analysis 17
On linear problems with complementarity constraints 15
Totale 8.268
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Categoria #
all - tutte 20.310
article - articoli 0
book - libri 0
conference - conferenze 0
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 20.310
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/2020599 0 0 0 0 0 0 137 107 141 69 111 34
2020/2021830 60 42 60 15 66 31 54 71 222 77 34 98
2021/2022812 19 49 19 73 156 123 32 40 55 14 58 174
2022/2023894 103 77 67 72 88 113 13 81 156 17 90 17
2023/20241.045 152 124 183 87 121 118 39 43 23 18 51 86
2024/2025823 31 85 19 106 252 213 117 0 0 0 0 0
Totale 8.268